Dividend Yield Calculator

The Dividend Yield Calculator goes further than the headline percentage. Alongside yield it sizes your position from shares held or dollars invested, works out your income per payment, month, and year, applies a tax rate to show after-tax income, calculates exactly how many shares you need for a target income, and projects a dividend reinvestment plan (DRIP) with dividend growth over up to 50 years.

How It Works

$\text{Yield} = \frac{\text{Annual Dividend per Share}}{\text{Share Price}} \times 100 \qquad \text{Annual Income} = \text{Shares} \times \text{Dividend per Share}$

Enter either the number of shares you hold or the amount invested — shares are derived from invested ÷ price when shares are not given. Per-payment income divides the annual figure by the payment frequency (quarterly, 4, by default). After-tax figures apply your tax rate to the income. The target-income solver rounds up to whole shares, and the DRIP projection reinvests each year's dividends into new shares at the current price (the model holds price constant) while growing the dividend per share at your chosen rate each year.

Worked Example: The Position

A stock at $80** paying **$3.20 a year ($0.80 quarterly); you hold 500 shares:

• Yield: 3.20 ÷ 80 = 4.00%
• Invested: 500 × $80 = **$40,000**
• Income: **$1,600 a year**,$133.33 a month, $400 per quarterly payment
• At a 22% tax rate, after-tax income is $1,248 a year

Worked Example: The Target

How much capital buys **$12,000 a year** of income from this stock? Shares needed = 12,000 ÷ 3.20 = **3,750 shares**, costing 3,750 ×$80 = **$300,000**. That is the honest arithmetic of dividend income: at a 4$1,000 of annual income needs $25,000 of capital — which is why yield-chasing into 9% payers is tempting, and why it so often ends in a cut.

Worked Example: The DRIP

Reinvest everything, with the dividend growing 5% a year, price held at $80:

| Year | Shares | Dividend per share | Annual income (run-rate) | |---|---|---|---| | Start | 500.00 | $3.20 |$1,600.00 | | 1 | 520.00 | $3.36 |$1,747.20 | | 5 | 620.71 | $4.08 |$2,535.05 | | 10 | 816.68 | $5.21 |$4,256.94 |

A decade of reinvestment plus 5% dividend growth turns $1,600 of income into a$4,257 run-rate without adding a dollar of new money — shares compound by 63% and the dividend per share by 63% over the same span, and the two multiplications stack. Note what the model assumes away: the share price never moves, so reinvestment always buys at $80. In reality a rising price slows share accumulation (but grows your capital), and a falling price accelerates it.

Reading Yield Honestly

Yield moves inversely with price, so a yield that jumps usually means the price fell — the market pricing in trouble — rather than the income improving. A yield far above the broad market's roughly 1.5 to 2% deserves a sustainability check: payout ratio, free cash flow coverage, and debt. And yield is only half of total return; a 4% payer with a shrinking business can underperform a 1% payer compounding earnings. Use this calculator to size income precisely, not to declare a stock good.

Limitations

The projection assumes the dividend is paid as entered, grows at exactly your rate, is reinvested at a constant price, and ignores brokerage, fractional-share constraints, dividend taxes during accumulation (the DRIP table does show after-tax income at your rate), and ex-dividend price drops. Target-share math assumes you can buy at today's price in whole shares. Nothing here is a recommendation; dividends can be cut or suspended at any board meeting.

Frequently Asked Questions

Should I enter shares or amount invested?

Whichever you know. Entering invested dollars derives your share count from the current price — convenient for "what does $25,000 earn me here?" Entering shares is exact for an existing holding. Both routes produce identical income math once the share count is fixed.

Why does the DRIP income jump faster than the dividend growth rate?

Because two growth engines run at once: the dividend per share grows (5% a year here) and the share count grows as dividends are reinvested. Income is shares × dividend, so it compounds at roughly the sum of the two rates — that stacking is the entire appeal of reinvestment.

Does a higher yield always mean more income for my target?

Per dollar invested, yes — until it doesn't. The target solver shows the capital a given yield requires, and the gap between a sustainable 4% and a distressed 9% payer is exactly the gap between income that survives and income that gets cut. Cross-check any unusually high yield against the company's payout coverage before trusting the projection.